Dave Leip's Atlas of U.S. Presidential Elections - Data Graphs

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Map

Alameda	Feinstein	67.7%
	Campbell	22.6%
		0.0%
	Other	9.8%

Alpine	Feinstein	43.6%
	Campbell	41.7%
		0.0%
	Other	14.7%

Amador	Feinstein	43.9%
	Campbell	49.3%
		0.0%
	Other	6.8%

Butte	Feinstein	41.5%
	Campbell	47.4%
		0.0%
	Other	11.1%

Calaveras	Feinstein	42.3%
	Campbell	48.4%
		0.0%
	Other	9.3%

Colusa	Feinstein	41.2%
	Campbell	53.7%
		0.0%
	Other	5.1%

Contra Costa	Feinstein	61.6%
	Campbell	33.2%
		0.0%
	Other	5.2%

Del Norte	Feinstein	44.9%
	Campbell	44.9%
		0.0%
	Other	10.2%

El Dorado	Feinstein	40.7%
	Campbell	51.7%
		0.0%
	Other	7.6%

Fresno	Feinstein	52.9%
	Campbell	40.4%
		0.0%
	Other	6.7%

Glenn	Feinstein	38.2%
	Campbell	54.3%
		0.0%
	Other	7.6%

Humboldt	Feinstein	47.0%
	Campbell	36.2%
		0.0%
	Other	16.8%

Imperial	Feinstein	56.2%
	Campbell	34.1%
		0.0%
	Other	9.8%

Inyo	Feinstein	35.2%
	Campbell	57.0%
		0.0%
	Other	7.8%

Kern	Feinstein	43.3%
	Campbell	50.4%
		0.0%
	Other	6.3%

Kings	Feinstein	48.5%
	Campbell	44.3%
		0.0%
	Other	7.2%

Lake	Feinstein	54.7%
	Campbell	37.5%
		0.0%
	Other	7.7%

Lassen	Feinstein	35.6%
	Campbell	54.4%
		0.0%
	Other	10.1%

Los Angeles	Feinstein	64.4%
	Campbell	28.6%
		0.0%
	Other	7.1%

Madera	Feinstein	43.5%
	Campbell	48.7%
		0.0%
	Other	7.7%

Marin	Feinstein	65.2%
	Campbell	26.4%
		0.0%
	Other	8.4%

Mariposa	Feinstein	40.5%
	Campbell	48.6%
		0.0%
	Other	10.9%

Mendocino	Feinstein	51.0%
	Campbell	31.5%
		0.0%
	Other	17.5%

Merced	Feinstein	51.9%
	Campbell	40.0%
		0.0%
	Other	8.0%

Modoc	Feinstein	30.8%
	Campbell	60.9%
		0.0%
	Other	8.3%

Mono	Feinstein	42.6%
	Campbell	47.7%
		0.0%
	Other	9.8%

Monterey	Feinstein	58.0%
	Campbell	35.4%
		0.0%
	Other	6.7%

Napa	Feinstein	56.7%
	Campbell	36.2%
		0.0%
	Other	7.1%

Nevada	Feinstein	41.4%
	Campbell	49.4%
		0.0%
	Other	9.2%

Orange	Feinstein	42.7%
	Campbell	50.0%
		0.0%
	Other	7.3%

Placer	Feinstein	41.0%
	Campbell	52.2%
		0.0%
	Other	6.8%

Plumas	Feinstein	40.8%
	Campbell	51.2%
		0.0%
	Other	8.0%

Riverside	Feinstein	48.3%
	Campbell	44.8%
		0.0%
	Other	6.9%

Sacramento	Feinstein	54.3%
	Campbell	38.7%
		0.0%
	Other	7.0%

San Benito	Feinstein	55.0%
	Campbell	39.3%
		0.0%
	Other	5.7%

San Bernardino	Feinstein	49.1%
	Campbell	43.4%
		0.0%
	Other	7.5%

San Diego	Feinstein	51.3%
	Campbell	40.8%
		0.0%
	Other	7.9%

San Francisco	Feinstein	72.3%
	Campbell	15.3%
		0.0%
	Other	12.5%

San Joaquin	Feinstein	52.7%
	Campbell	41.2%
		0.0%
	Other	6.1%

San Luis Obispo	Feinstein	45.1%
	Campbell	46.2%
		0.0%
	Other	8.7%

San Mateo	Feinstein	64.8%
	Campbell	29.9%
		0.0%
	Other	5.3%

Santa Barbara	Feinstein	49.9%
	Campbell	40.0%
		0.0%
	Other	10.0%

Santa Clara	Feinstein	59.6%
	Campbell	35.0%
		0.0%
	Other	5.4%

Santa Cruz	Feinstein	56.8%
	Campbell	30.4%
		0.0%
	Other	12.9%

Shasta	Feinstein	36.8%
	Campbell	55.0%
		0.0%
	Other	8.1%

Sierra	Feinstein	36.6%
	Campbell	53.9%
		0.0%
	Other	9.5%

Siskiyou	Feinstein	38.4%
	Campbell	51.6%
		0.0%
	Other	10.0%

Solano	Feinstein	60.0%
	Campbell	33.4%
		0.0%
	Other	6.5%

Sonoma	Feinstein	61.0%
	Campbell	29.5%
		0.0%
	Other	9.6%

Stanislaus	Feinstein	48.2%
	Campbell	44.5%
		0.0%
	Other	7.2%

Sutter	Feinstein	39.5%
	Campbell	55.1%
		0.0%
	Other	5.4%

Tehama	Feinstein	38.3%
	Campbell	52.8%
		0.0%
	Other	8.9%

Trinity	Feinstein	40.4%
	Campbell	48.5%
		0.0%
	Other	11.2%

Tulare	Feinstein	45.5%
	Campbell	47.2%
		0.0%
	Other	7.3%

Tuolumne	Feinstein	43.0%
	Campbell	48.8%
		0.0%
	Other	8.3%

Ventura	Feinstein	50.2%
	Campbell	42.9%
		0.0%
	Other	6.9%

Yolo	Feinstein	58.2%
	Campbell	32.3%
		0.0%
	Other	9.5%

Yuba	Feinstein	40.2%
	Campbell	51.5%
		0.0%
	Other	8.3%

National DataGraph for 2000 - California Results for 2000

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